Topology of the set of asymptotically stable minimal systems
Topology of the set of asymptotically stable minimal systems
It is shown that the set of asymptotically stable and minimal single-input-single-output systems of order n has (n+1) connected components. In the case of asymptotically stable and minimal multiple-input-multiple-output systems, however, there is only one connected component.
263-280
Ober, Raimund J.
31f4d47f-fb49-44f5-8ff6-87fc4aff3d36
1987
Ober, Raimund J.
31f4d47f-fb49-44f5-8ff6-87fc4aff3d36
Ober, Raimund J.
(1987)
Topology of the set of asymptotically stable minimal systems.
International Journal of Control, 46 (1), .
(doi:10.1080/00207178708933897).
Abstract
It is shown that the set of asymptotically stable and minimal single-input-single-output systems of order n has (n+1) connected components. In the case of asymptotically stable and minimal multiple-input-multiple-output systems, however, there is only one connected component.
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Published date: 1987
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Local EPrints ID: 424990
URI: http://eprints.soton.ac.uk/id/eprint/424990
ISSN: 0020-7179
PURE UUID: 28224c93-083c-4059-a33f-05f3ae119171
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Date deposited: 09 Oct 2018 16:30
Last modified: 07 Oct 2020 02:22
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